Lecture 3 Membrane Potentials and Action Potentials Flashcards
Cell Body
Houses the nucleus and other typical cell organelles
The plasma membrane around the cell body is characterized by local potentials
Voltage gated ion channels are NOT characteristic of the cell body membrane
Dendrites
Cellular extensions of the neuron
The number is typically a few to many
Dendrites are characterized by the presence of ligand (neurotransmitter) -gated channels
Conduct local potentials
This houses the nucleus and other typical cell organelles
The cell body
Dendrites conduct
Local potentials
Axon
A neuron characterized by a single axon that is variable in length
An extension of the cell body and is typically opposite the side of the cell body where the dendrites are located
An extension of the cell and is covered by the plasma membrane (axolemma)
Axolemma
Characterized by the presence of voltage-gated ion channels and the ability to conduct an action potential
Distal end of axon
Characterized by the presence of membrane-bound vesicles filled with neurotransmitters
Neuron is characterized by
a single axon this is variable in length
Myelinated axon looks like
sausage because it is myelinated
Telodendria
Means end branches
Cell membrane aka
Plasmalemma
Cell membrane functions to
maintain separate intracellular and extracellular environments
Ion concentrations between intracellular and extracellular environments
Can change depending on whether or not the plasmalemma is permeable to specific ions at given periods of time
These ions are more highly concentrated outside the cell
Sodium and chloride
Ion more concentrated inside of cell
Potassium
Diffusion Potential
A diffusion potential is caused by an ion concentration difference on the two sides of a membrane.
*transitory
Nernst Potential
The diffusion potential level across a membrane that exactly opposes the net diffusion of a particular ion through the membrane
Nernst Equation
E = +- 61 x log [Co]/[Ci]
Nernst Equation is used to determine
The diffusion potential across a membrane that exactly opposes the net diffusion of a particular ion through the membrane. It measures the potential for one ion at a time
Nernst Equation measures
The potential for one ion at a time
To measure the combined potential for more than one ion
The Goldman equation may be used
E =
The difference in the electrical potential between inside and outside the neuron
Nernst potential
Principal of electrical neutrality
At equilibrium the concentration of ions should be the same
Resting membrane potential of nerves
Sodium-Potassium pump